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McDaniels – Sept 12, 2008. Outline Uncertainty in ADC value Correction Manuscript.

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Presentation on theme: "McDaniels – Sept 12, 2008. Outline Uncertainty in ADC value Correction Manuscript."— Presentation transcript:

1 McDaniels – Sept 12, 2008

2 Outline Uncertainty in ADC value Correction Manuscript

3 Uncertainty in ADC value Statistical Single Voxel – σ = √I, (I=Intensity) Multiple Voxels – σ = √(I 1 +I 2 +I 3 +…+I n ) = √(n*I ave ), n = number of voxels

4 Uncertainty in ADC value Uncertainty in ADC, added relative uncertainty of individual intensities – σ ADC = [√(nI 0 )/nI 0 +√(nI 520 )/nI 520 +√(nI 850 )/nI 850 ]*ADC For Patient 5, results in about 1% uncertainty in ADC value For Patient 6, results in as much as 5.5% Smaller n gives larger uncertainty

5 Correction Mistake in Excel spreadsheet Affected a few data points in three patients corrected

6 Patient 5 uncorrected

7 Patient 5 corrected

8 Patient 2 uncorrected

9 Patient 2 corrected

10 Patient 6 uncorrected

11 Patient 6 corrected

12 Manuscript Uncertainty in Transcription of Lesion Contours to Diffusion Weighted Magnetic Resonance Images Abstract – The uncertainty in the transcription of lesion contours from non-diffusion weighted MRI scans has been estimated. A geometric algorithm is utilized to complete the transcription. The intensity of the DWMRI scans is found to be the determining factor in systematic uncertainty.

13 Outline Motivation Methods – Geometric Algorithm Aspect ratio comparison Mapping contour onto DWMRI – Slice matching – Manual shift to place contour

14 Outline Results – Placement uncertainty DW related distortion Image resolution limited Geometry Slice matching – Average Intensity for ADC calculation Statistical uncertainty Effect of placement


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